src/main/resources/META-INF/resources/designer/lib/plugins/flot/flot-data.js

   1 //Flot Line Chart
   2 $(document).ready(function() {
   3     console.log("document ready");
   4     var offset = 0;
   5     plot();
   6
   7     function plot() {
   8         var sin = [],
   9             cos = [];
  10         for (var i = 0; i < 12; i += 0.2) {
  11             sin.push([i, Math.sin(i + offset)]);
  12             cos.push([i, Math.cos(i + offset)]);
  13         }
  14
  15         var options = {
  16             series: {
  17                 lines: {
  18                     show: true
  19                 },
  20                 points: {
  21                     show: true
  22                 }
  23             },
  24             grid: {
  25                 hoverable: true //IMPORTANT! this is needed for tooltip to work
  26             },
  27             yaxis: {
  28                 min: -1.2,
  29                 max: 1.2
  30             },
  31             tooltip: true,
  32             tooltipOpts: {
  33                 content: "'%s' of %x.1 is %y.4",
  34                 shifts: {
  35                     x: -60,
  36                     y: 25
  37                 }
  38             }
  39         };
  40
  41         var plotObj = $.plot($("#flot-line-chart"), [{
  42                 data: sin,
  43                 label: "sin(x)"
  44             }, {
  45                 data: cos,
  46                 label: "cos(x)"
  47             }],
  48             options);
  49     }
  50 });
  51
  52 //Flot Pie Chart
  53 $(function() {
  54
  55     var data = [{
  56         label: "Series 0",
  57         data: 1
  58     }, {
  59         label: "Series 1",
  60         data: 3
  61     }, {
  62         label: "Series 2",
  63         data: 9
  64     }, {
  65         label: "Series 3",
  66         data: 20
  67     }];
  68
  69     var plotObj = $.plot($("#flot-pie-chart"), data, {
  70         series: {
  71             pie: {
  72                 show: true
  73             }
  74         },
  75         grid: {
  76             hoverable: true
  77         },
  78         tooltip: true,
  79         tooltipOpts: {
  80             content: "%p.0%, %s", // show percentages, rounding to 2 decimal places
  81             shifts: {
  82                 x: 20,
  83                 y: 0
  84             },
  85             defaultTheme: false
  86         }
  87     });
  88
  89 });
  90
  91 //Flot Multiple Axes Line Chart
  92 $(function() {
  93     var oilprices = [
  94         [1167692400000, 61.05],
  95         [1167778800000, 58.32],
  96         [1167865200000, 57.35],
  97         [1167951600000, 56.31],
  98         [1168210800000, 55.55],
  99         [1168297200000, 55.64],
 100         [1168383600000, 54.02],
 101         [1168470000000, 51.88],
 102         [1168556400000, 52.99],
 103         [1168815600000, 52.99],
 104         [1168902000000, 51.21],
 105         [1168988400000, 52.24],
 106         [1169074800000, 50.48],
 107         [1169161200000, 51.99],
 108         [1169420400000, 51.13],
 109         [1169506800000, 55.04],
 110         [1169593200000, 55.37],
 111         [1169679600000, 54.23],
 112         [1169766000000, 55.42],
 113         [1170025200000, 54.01],
 114         [1170111600000, 56.97],
 115         [1170198000000, 58.14],
 116         [1170284400000, 58.14],
 117         [1170370800000, 59.02],
 118         [1170630000000, 58.74],
 119         [1170716400000, 58.88],
 120         [1170802800000, 57.71],
 121         [1170889200000, 59.71],
 122         [1170975600000, 59.89],
 123         [1171234800000, 57.81],
 124         [1171321200000, 59.06],
 125         [1171407600000, 58.00],
 126         [1171494000000, 57.99],
 127         [1171580400000, 59.39],
 128         [1171839600000, 59.39],
 129         [1171926000000, 58.07],
 130         [1172012400000, 60.07],
 131         [1172098800000, 61.14],
 132         [1172444400000, 61.39],
 133         [1172530800000, 61.46],
 134         [1172617200000, 61.79],
 135         [1172703600000, 62.00],
 136         [1172790000000, 60.07],
 137         [1173135600000, 60.69],
 138         [1173222000000, 61.82],
 139         [1173308400000, 60.05],
 140         [1173654000000, 58.91],
 141         [1173740400000, 57.93],
 142         [1173826800000, 58.16],
 143         [1173913200000, 57.55],
 144         [1173999600000, 57.11],
 145         [1174258800000, 56.59],
 146         [1174345200000, 59.61],
 147         [1174518000000, 61.69],
 148         [1174604400000, 62.28],
 149         [1174860000000, 62.91],
 150         [1174946400000, 62.93],
 151         [1175032800000, 64.03],
 152         [1175119200000, 66.03],
 153         [1175205600000, 65.87],
 154         [1175464800000, 64.64],
 155         [1175637600000, 64.38],
 156         [1175724000000, 64.28],
 157         [1175810400000, 64.28],
 158         [1176069600000, 61.51],
 159         [1176156000000, 61.89],
 160         [1176242400000, 62.01],
 161         [1176328800000, 63.85],
 162         [1176415200000, 63.63],
 163         [1176674400000, 63.61],
 164         [1176760800000, 63.10],
 165         [1176847200000, 63.13],
 166         [1176933600000, 61.83],
 167         [1177020000000, 63.38],
 168         [1177279200000, 64.58],
 169         [1177452000000, 65.84],
 170         [1177538400000, 65.06],
 171         [1177624800000, 66.46],
 172         [1177884000000, 64.40],
 173         [1178056800000, 63.68],
 174         [1178143200000, 63.19],
 175         [1178229600000, 61.93],
 176         [1178488800000, 61.47],
 177         [1178575200000, 61.55],
 178         [1178748000000, 61.81],
 179         [1178834400000, 62.37],
 180         [1179093600000, 62.46],
 181         [1179180000000, 63.17],
 182         [1179266400000, 62.55],
 183         [1179352800000, 64.94],
 184         [1179698400000, 66.27],
 185         [1179784800000, 65.50],
 186         [1179871200000, 65.77],
 187         [1179957600000, 64.18],
 188         [1180044000000, 65.20],
 189         [1180389600000, 63.15],
 190         [1180476000000, 63.49],
 191         [1180562400000, 65.08],
 192         [1180908000000, 66.30],
 193         [1180994400000, 65.96],
 194         [1181167200000, 66.93],
 195         [1181253600000, 65.98],
 196         [1181599200000, 65.35],
 197         [1181685600000, 66.26],
 198         [1181858400000, 68.00],
 199         [1182117600000, 69.09],
 200         [1182204000000, 69.10],
 201         [1182290400000, 68.19],
 202         [1182376800000, 68.19],
 203         [1182463200000, 69.14],
 204         [1182722400000, 68.19],
 205         [1182808800000, 67.77],
 206         [1182895200000, 68.97],
 207         [1182981600000, 69.57],
 208         [1183068000000, 70.68],
 209         [1183327200000, 71.09],
 210         [1183413600000, 70.92],
 211         [1183586400000, 71.81],
 212         [1183672800000, 72.81],
 213         [1183932000000, 72.19],
 214         [1184018400000, 72.56],
 215         [1184191200000, 72.50],
 216         [1184277600000, 74.15],
 217         [1184623200000, 75.05],
 218         [1184796000000, 75.92],
 219         [1184882400000, 75.57],
 220         [1185141600000, 74.89],
 221         [1185228000000, 73.56],
 222         [1185314400000, 75.57],
 223         [1185400800000, 74.95],
 224         [1185487200000, 76.83],
 225         [1185832800000, 78.21],
 226         [1185919200000, 76.53],
 227         [1186005600000, 76.86],
 228         [1186092000000, 76.00],
 229         [1186437600000, 71.59],
 230         [1186696800000, 71.47],
 231         [1186956000000, 71.62],
 232         [1187042400000, 71.00],
 233         [1187301600000, 71.98],
 234         [1187560800000, 71.12],
 235         [1187647200000, 69.47],
 236         [1187733600000, 69.26],
 237         [1187820000000, 69.83],
 238         [1187906400000, 71.09],
 239         [1188165600000, 71.73],
 240         [1188338400000, 73.36],
 241         [1188511200000, 74.04],
 242         [1188856800000, 76.30],
 243         [1189116000000, 77.49],
 244         [1189461600000, 78.23],
 245         [1189548000000, 79.91],
 246         [1189634400000, 80.09],
 247         [1189720800000, 79.10],
 248         [1189980000000, 80.57],
 249         [1190066400000, 81.93],
 250         [1190239200000, 83.32],
 251         [1190325600000, 81.62],
 252         [1190584800000, 80.95],
 253         [1190671200000, 79.53],
 254         [1190757600000, 80.30],
 255         [1190844000000, 82.88],
 256         [1190930400000, 81.66],
 257         [1191189600000, 80.24],
 258         [1191276000000, 80.05],
 259         [1191362400000, 79.94],
 260         [1191448800000, 81.44],
 261         [1191535200000, 81.22],
 262         [1191794400000, 79.02],
 263         [1191880800000, 80.26],
 264         [1191967200000, 80.30],
 265         [1192053600000, 83.08],
 266         [1192140000000, 83.69],
 267         [1192399200000, 86.13],
 268         [1192485600000, 87.61],
 269         [1192572000000, 87.40],
 270         [1192658400000, 89.47],
 271         [1192744800000, 88.60],
 272         [1193004000000, 87.56],
 273         [1193090400000, 87.56],
 274         [1193176800000, 87.10],
 275         [1193263200000, 91.86],
 276         [1193612400000, 93.53],
 277         [1193698800000, 94.53],
 278         [1193871600000, 95.93],
 279         [1194217200000, 93.98],
 280         [1194303600000, 96.37],
 281         [1194476400000, 95.46],
 282         [1194562800000, 96.32],
 283         [1195081200000, 93.43],
 284         [1195167600000, 95.10],
 285         [1195426800000, 94.64],
 286         [1195513200000, 95.10],
 287         [1196031600000, 97.70],
 288         [1196118000000, 94.42],
 289         [1196204400000, 90.62],
 290         [1196290800000, 91.01],
 291         [1196377200000, 88.71],
 292         [1196636400000, 88.32],
 293         [1196809200000, 90.23],
 294         [1196982000000, 88.28],
 295         [1197241200000, 87.86],
 296         [1197327600000, 90.02],
 297         [1197414000000, 92.25],
 298         [1197586800000, 90.63],
 299         [1197846000000, 90.63],
 300         [1197932400000, 90.49],
 301         [1198018800000, 91.24],
 302         [1198105200000, 91.06],
 303         [1198191600000, 90.49],
 304         [1198710000000, 96.62],
 305         [1198796400000, 96.00],
 306         [1199142000000, 99.62],
 307         [1199314800000, 99.18],
 308         [1199401200000, 95.09],
 309         [1199660400000, 96.33],
 310         [1199833200000, 95.67],
 311         [1200351600000, 91.90],
 312         [1200438000000, 90.84],
 313         [1200524400000, 90.13],
 314         [1200610800000, 90.57],
 315         [1200956400000, 89.21],
 316         [1201042800000, 86.99],
 317         [1201129200000, 89.85],
 318         [1201474800000, 90.99],
 319         [1201561200000, 91.64],
 320         [1201647600000, 92.33],
 321         [1201734000000, 91.75],
 322         [1202079600000, 90.02],
 323         [1202166000000, 88.41],
 324         [1202252400000, 87.14],
 325         [1202338800000, 88.11],
 326         [1202425200000, 91.77],
 327         [1202770800000, 92.78],
 328         [1202857200000, 93.27],
 329         [1202943600000, 95.46],
 330         [1203030000000, 95.46],
 331         [1203289200000, 101.74],
 332         [1203462000000, 98.81],
 333         [1203894000000, 100.88],
 334         [1204066800000, 99.64],
 335         [1204153200000, 102.59],
 336         [1204239600000, 101.84],
 337         [1204498800000, 99.52],
 338         [1204585200000, 99.52],
 339         [1204671600000, 104.52],
 340         [1204758000000, 105.47],
 341         [1204844400000, 105.15],
 342         [1205103600000, 108.75],
 343         [1205276400000, 109.92],
 344         [1205362800000, 110.33],
 345         [1205449200000, 110.21],
 346         [1205708400000, 105.68],
 347         [1205967600000, 101.84],
 348         [1206313200000, 100.86],
 349         [1206399600000, 101.22],
 350         [1206486000000, 105.90],
 351         [1206572400000, 107.58],
 352         [1206658800000, 105.62],
 353         [1206914400000, 101.58],
 354         [1207000800000, 100.98],
 355         [1207173600000, 103.83],
 356         [1207260000000, 106.23],
 357         [1207605600000, 108.50],
 358         [1207778400000, 110.11],
 359         [1207864800000, 110.14],
 360         [1208210400000, 113.79],
 361         [1208296800000, 114.93],
 362         [1208383200000, 114.86],
 363         [1208728800000, 117.48],
 364         [1208815200000, 118.30],
 365         [1208988000000, 116.06],
 366         [1209074400000, 118.52],
 367         [1209333600000, 118.75],
 368         [1209420000000, 113.46],
 369         [1209592800000, 112.52],
 370         [1210024800000, 121.84],
 371         [1210111200000, 123.53],
 372         [1210197600000, 123.69],
 373         [1210543200000, 124.23],
 374         [1210629600000, 125.80],
 375         [1210716000000, 126.29],
 376         [1211148000000, 127.05],
 377         [1211320800000, 129.07],
 378         [1211493600000, 132.19],
 379         [1211839200000, 128.85],
 380         [1212357600000, 127.76],
 381         [1212703200000, 138.54],
 382         [1212962400000, 136.80],
 383         [1213135200000, 136.38],
 384         [1213308000000, 134.86],
 385         [1213653600000, 134.01],
 386         [1213740000000, 136.68],
 387         [1213912800000, 135.65],
 388         [1214172000000, 134.62],
 389         [1214258400000, 134.62],
 390         [1214344800000, 134.62],
 391         [1214431200000, 139.64],
 392         [1214517600000, 140.21],
 393         [1214776800000, 140.00],
 394         [1214863200000, 140.97],
 395         [1214949600000, 143.57],
 396         [1215036000000, 145.29],
 397         [1215381600000, 141.37],
 398         [1215468000000, 136.04],
 399         [1215727200000, 146.40],
 400         [1215986400000, 145.18],
 401         [1216072800000, 138.74],
 402         [1216159200000, 134.60],
 403         [1216245600000, 129.29],
 404         [1216332000000, 130.65],
 405         [1216677600000, 127.95],
 406         [1216850400000, 127.95],
 407         [1217282400000, 122.19],
 408         [1217455200000, 124.08],
 409         [1217541600000, 125.10],
 410         [1217800800000, 121.41],
 411         [1217887200000, 119.17],
 412         [1217973600000, 118.58],
 413         [1218060000000, 120.02],
 414         [1218405600000, 114.45],
 415         [1218492000000, 113.01],
 416         [1218578400000, 116.00],
 417         [1218751200000, 113.77],
 418         [1219010400000, 112.87],
 419         [1219096800000, 114.53],
 420         [1219269600000, 114.98],
 421         [1219356000000, 114.98],
 422         [1219701600000, 116.27],
 423         [1219788000000, 118.15],
 424         [1219874400000, 115.59],
 425         [1219960800000, 115.46],
 426         [1220306400000, 109.71],
 427         [1220392800000, 109.35],
 428         [1220565600000, 106.23],
 429         [1220824800000, 106.34]
 430     ];
 431     var exchangerates = [
 432         [1167606000000, 0.7580],
 433         [1167692400000, 0.7580],
 434         [1167778800000, 0.75470],
 435         [1167865200000, 0.75490],
 436         [1167951600000, 0.76130],
 437         [1168038000000, 0.76550],
 438         [1168124400000, 0.76930],
 439         [1168210800000, 0.76940],
 440         [1168297200000, 0.76880],
 441         [1168383600000, 0.76780],
 442         [1168470000000, 0.77080],
 443         [1168556400000, 0.77270],
 444         [1168642800000, 0.77490],
 445         [1168729200000, 0.77410],
 446         [1168815600000, 0.77410],
 447         [1168902000000, 0.77320],
 448         [1168988400000, 0.77270],
 449         [1169074800000, 0.77370],
 450         [1169161200000, 0.77240],
 451         [1169247600000, 0.77120],
 452         [1169334000000, 0.7720],
 453         [1169420400000, 0.77210],
 454         [1169506800000, 0.77170],
 455         [1169593200000, 0.77040],
 456         [1169679600000, 0.7690],
 457         [1169766000000, 0.77110],
 458         [1169852400000, 0.7740],
 459         [1169938800000, 0.77450],
 460         [1170025200000, 0.77450],
 461         [1170111600000, 0.7740],
 462         [1170198000000, 0.77160],
 463         [1170284400000, 0.77130],
 464         [1170370800000, 0.76780],
 465         [1170457200000, 0.76880],
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 871         [1205535600000, 0.64060],
 872         [1205622000000, 0.63820],
 873         [1205708400000, 0.63820],
 874         [1205794800000, 0.63410],
 875         [1205881200000, 0.63440],
 876         [1205967600000, 0.63780],
 877         [1206054000000, 0.64390],
 878         [1206140400000, 0.64780],
 879         [1206226800000, 0.64810],
 880         [1206313200000, 0.64810],
 881         [1206399600000, 0.64940],
 882         [1206486000000, 0.64380],
 883         [1206572400000, 0.63770],
 884         [1206658800000, 0.63290],
 885         [1206745200000, 0.63360],
 886         [1206831600000, 0.63330],
 887         [1206914400000, 0.63330],
 888         [1207000800000, 0.6330],
 889         [1207087200000, 0.63710],
 890         [1207173600000, 0.64030],
 891         [1207260000000, 0.63960],
 892         [1207346400000, 0.63640],
 893         [1207432800000, 0.63560],
 894         [1207519200000, 0.63560],
 895         [1207605600000, 0.63680],
 896         [1207692000000, 0.63570],
 897         [1207778400000, 0.63540],
 898         [1207864800000, 0.6320],
 899         [1207951200000, 0.63320],
 900         [1208037600000, 0.63280],
 901         [1208124000000, 0.63310],
 902         [1208210400000, 0.63420],
 903         [1208296800000, 0.63210],
 904         [1208383200000, 0.63020],
 905         [1208469600000, 0.62780],
 906         [1208556000000, 0.63080],
 907         [1208642400000, 0.63240],
 908         [1208728800000, 0.63240],
 909         [1208815200000, 0.63070],
 910         [1208901600000, 0.62770],
 911         [1208988000000, 0.62690],
 912         [1209074400000, 0.63350],
 913         [1209160800000, 0.63920],
 914         [1209247200000, 0.640],
 915         [1209333600000, 0.64010],
 916         [1209420000000, 0.63960],
 917         [1209506400000, 0.64070],
 918         [1209592800000, 0.64230],
 919         [1209679200000, 0.64290],
 920         [1209765600000, 0.64720],
 921         [1209852000000, 0.64850],
 922         [1209938400000, 0.64860],
 923         [1210024800000, 0.64670],
 924         [1210111200000, 0.64440],
 925         [1210197600000, 0.64670],
 926         [1210284000000, 0.65090],
 927         [1210370400000, 0.64780],
 928         [1210456800000, 0.64610],
 929         [1210543200000, 0.64610],
 930         [1210629600000, 0.64680],
 931         [1210716000000, 0.64490],
 932         [1210802400000, 0.6470],
 933         [1210888800000, 0.64610],
 934         [1210975200000, 0.64520],
 935         [1211061600000, 0.64220],
 936         [1211148000000, 0.64220],
 937         [1211234400000, 0.64250],
 938         [1211320800000, 0.64140],
 939         [1211407200000, 0.63660],
 940         [1211493600000, 0.63460],
 941         [1211580000000, 0.6350],
 942         [1211666400000, 0.63460],
 943         [1211752800000, 0.63460],
 944         [1211839200000, 0.63430],
 945         [1211925600000, 0.63460],
 946         [1212012000000, 0.63790],
 947         [1212098400000, 0.64160],
 948         [1212184800000, 0.64420],
 949         [1212271200000, 0.64310],
 950         [1212357600000, 0.64310],
 951         [1212444000000, 0.64350],
 952         [1212530400000, 0.6440],
 953         [1212616800000, 0.64730],
 954         [1212703200000, 0.64690],
 955         [1212789600000, 0.63860],
 956         [1212876000000, 0.63560],
 957         [1212962400000, 0.6340],
 958         [1213048800000, 0.63460],
 959         [1213135200000, 0.6430],
 960         [1213221600000, 0.64520],
 961         [1213308000000, 0.64670],
 962         [1213394400000, 0.65060],
 963         [1213480800000, 0.65040],
 964         [1213567200000, 0.65030],
 965         [1213653600000, 0.64810],
 966         [1213740000000, 0.64510],
 967         [1213826400000, 0.6450],
 968         [1213912800000, 0.64410],
 969         [1213999200000, 0.64140],
 970         [1214085600000, 0.64090],
 971         [1214172000000, 0.64090],
 972         [1214258400000, 0.64280],
 973         [1214344800000, 0.64310],
 974         [1214431200000, 0.64180],
 975         [1214517600000, 0.63710],
 976         [1214604000000, 0.63490],
 977         [1214690400000, 0.63330],
 978         [1214776800000, 0.63340],
 979         [1214863200000, 0.63380],
 980         [1214949600000, 0.63420],
 981         [1215036000000, 0.6320],
 982         [1215122400000, 0.63180],
 983         [1215208800000, 0.6370],
 984         [1215295200000, 0.63680],
 985         [1215381600000, 0.63680],
 986         [1215468000000, 0.63830],
 987         [1215554400000, 0.63710],
 988         [1215640800000, 0.63710],
 989         [1215727200000, 0.63550],
 990         [1215813600000, 0.6320],
 991         [1215900000000, 0.62770],
 992         [1215986400000, 0.62760],
 993         [1216072800000, 0.62910],
 994         [1216159200000, 0.62740],
 995         [1216245600000, 0.62930],
 996         [1216332000000, 0.63110],
 997         [1216418400000, 0.6310],
 998         [1216504800000, 0.63120],
 999         [1216591200000, 0.63120],
1000         [1216677600000, 0.63040],
1001         [1216764000000, 0.62940],
1002         [1216850400000, 0.63480],
1003         [1216936800000, 0.63780],
1004         [1217023200000, 0.63680],
1005         [1217109600000, 0.63680],
1006         [1217196000000, 0.63680],
1007         [1217282400000, 0.6360],
1008         [1217368800000, 0.6370],
1009         [1217455200000, 0.64180],
1010         [1217541600000, 0.64110],
1011         [1217628000000, 0.64350],
1012         [1217714400000, 0.64270],
1013         [1217800800000, 0.64270],
1014         [1217887200000, 0.64190],
1015         [1217973600000, 0.64460],
1016         [1218060000000, 0.64680],
1017         [1218146400000, 0.64870],
1018         [1218232800000, 0.65940],
1019         [1218319200000, 0.66660],
1020         [1218405600000, 0.66660],
1021         [1218492000000, 0.66780],
1022         [1218578400000, 0.67120],
1023         [1218664800000, 0.67050],
1024         [1218751200000, 0.67180],
1025         [1218837600000, 0.67840],
1026         [1218924000000, 0.68110],
1027         [1219010400000, 0.68110],
1028         [1219096800000, 0.67940],
1029         [1219183200000, 0.68040],
1030         [1219269600000, 0.67810],
1031         [1219356000000, 0.67560],
1032         [1219442400000, 0.67350],
1033         [1219528800000, 0.67630],
1034         [1219615200000, 0.67620],
1035         [1219701600000, 0.67770],
1036         [1219788000000, 0.68150],
1037         [1219874400000, 0.68020],
1038         [1219960800000, 0.6780],
1039         [1220047200000, 0.67960],
1040         [1220133600000, 0.68170],
1041         [1220220000000, 0.68170],
1042         [1220306400000, 0.68320],
1043         [1220392800000, 0.68770],
1044         [1220479200000, 0.69120],
1045         [1220565600000, 0.69140],
1046         [1220652000000, 0.70090],
1047         [1220738400000, 0.70120],
1048         [1220824800000, 0.7010],
1049         [1220911200000, 0.70050]
1050     ];
1051
1052     function euroFormatter(v, axis) {
1053         return v.toFixed(axis.tickDecimals) + "€";
1054     }
1055
1056     function doPlot(position) {
1057         $.plot($("#flot-line-chart-multi"), [{
1058             data: oilprices,
1059             label: "Oil price ($)"
1060         }, {
1061             data: exchangerates,
1062             label: "USD/EUR exchange rate",
1063             yaxis: 2
1064         }], {
1065             xaxes: [{
1066                 mode: 'time'
1067             }],
1068             yaxes: [{
1069                 min: 0
1070             }, {
1071                 // align if we are to the right
1072                 alignTicksWithAxis: position == "right" ? 1 : null,
1073                 position: position,
1074                 tickFormatter: euroFormatter
1075             }],
1076             legend: {
1077                 position: 'sw'
1078             },
1079             grid: {
1080                 hoverable: true //IMPORTANT! this is needed for tooltip to work
1081             },
1082             tooltip: true,
1083             tooltipOpts: {
1084                 content: "%s for %x was %y",
1085                 xDateFormat: "%y-%0m-%0d",
1086
1087                 onHover: function(flotItem, $tooltipEl) {
1088                     // console.log(flotItem, $tooltipEl);
1089                 }
1090             }
1091
1092         });
1093     }
1094
1095     doPlot("right");
1096
1097     $("button").click(function() {
1098         doPlot($(this).text());
1099     });
1100 });
1101
1102 //Flot Moving Line Chart
1103
1104 $(function() {
1105
1106     var container = $("#flot-line-chart-moving");
1107
1108     // Determine how many data points to keep based on the placeholder's initial size;
1109     // this gives us a nice high-res plot while avoiding more than one point per pixel.
1110
1111     var maximum = container.outerWidth() / 2 || 300;
1112
1113     //
1114
1115     var data = [];
1116
1117     function getRandomData() {
1118
1119         if (data.length) {
1120             data = data.slice(1);
1121         }
1122
1123         while (data.length < maximum) {
1124             var previous = data.length ? data[data.length - 1] : 50;
1125             var y = previous + Math.random() * 10 - 5;
1126             data.push(y < 0 ? 0 : y > 100 ? 100 : y);
1127         }
1128
1129         // zip the generated y values with the x values
1130
1131         var res = [];
1132         for (var i = 0; i < data.length; ++i) {
1133             res.push([i, data[i]])
1134         }
1135
1136         return res;
1137     }
1138
1139     //
1140
1141     series = [{
1142         data: getRandomData(),
1143         lines: {
1144             fill: true
1145         }
1146     }];
1147
1148     //
1149
1150     var plot = $.plot(container, series, {
1151         grid: {
1152             borderWidth: 1,
1153             minBorderMargin: 20,
1154             labelMargin: 10,
1155             backgroundColor: {
1156                 colors: ["#fff", "#e4f4f4"]
1157             },
1158             margin: {
1159                 top: 8,
1160                 bottom: 20,
1161                 left: 20
1162             },
1163             markings: function(axes) {
1164                 var markings = [];
1165                 var xaxis = axes.xaxis;
1166                 for (var x = Math.floor(xaxis.min); x < xaxis.max; x += xaxis.tickSize * 2) {
1167                     markings.push({
1168                         xaxis: {
1169                             from: x,
1170                             to: x + xaxis.tickSize
1171                         },
1172                         color: "rgba(232, 232, 255, 0.2)"
1173                     });
1174                 }
1175                 return markings;
1176             }
1177         },
1178         xaxis: {
1179             tickFormatter: function() {
1180                 return "";
1181             }
1182         },
1183         yaxis: {
1184             min: 0,
1185             max: 110
1186         },
1187         legend: {
1188             show: true
1189         }
1190     });
1191
1192     // Update the random dataset at 25FPS for a smoothly-animating chart
1193
1194     setInterval(function updateRandom() {
1195         series[0].data = getRandomData();
1196         plot.setData(series);
1197         plot.draw();
1198     }, 40);
1199
1200 });
1201
1202 //Flot Bar Chart
1203
1204 $(function() {
1205
1206     var barOptions = {
1207         series: {
1208             bars: {
1209                 show: true,
1210                 barWidth: 43200000
1211             }
1212         },
1213         xaxis: {
1214             mode: "time",
1215             timeformat: "%m/%d",
1216             minTickSize: [1, "day"]
1217         },
1218         grid: {
1219             hoverable: true
1220         },
1221         legend: {
1222             show: false
1223         },
1224         tooltip: true,
1225         tooltipOpts: {
1226             content: "x: %x, y: %y"
1227         }
1228     };
1229     var barData = {
1230         label: "bar",
1231         data: [
1232             [1354521600000, 1000],
1233             [1355040000000, 2000],
1234             [1355223600000, 3000],
1235             [1355306400000, 4000],
1236             [1355487300000, 5000],
1237             [1355571900000, 6000]
1238         ]
1239     };
1240     $.plot($("#flot-bar-chart"), [barData], barOptions);
1241
1242 });